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geometry 1.3 midpoint and distance formula
供稿人: Sowatsky
(原作者: Dilaura)
1) Find the length of
segment AB by using the 
distance formula.
AB = 
units
A
(1, -2)
(5, 1)
B
midpoint coordinates =
*Write as an ordered pair with NO spaces. ex: (0,0)
2)  Find the coordinates     of the midpoint of      segment AB.

A
(-2, 3)
(2, 7)
B
3)  Given the coordinates for segment AB,      A = (-3, 2) and B = (4, 5).  Find the length    of AB. (round to the nearest tenth)
AB = 
units
*Write as an ordered pair with NO spaces.  Use decimals if needed.  ex: (5,2.5)
Coordinates of midpoint = 
4)  Given the coordinates for segment CD,      C = (-1, 6) and D = (4, 10).  Find the      coordinates of the midpoint of CD.
5) You can find the midpoint of every line.
True
False
Depends on the line.
6) The _________ of a segment is the point that divides
the segment into two congruent segments.
segment addition postulate
line
distance
midpoint
7) To find the length of a segment on the coordinateplane, you can use the ______________.
distance formula
midpoint formula
slope formula
vertical line test
8) Use the given endpoint R and mispoint M of segmentRS to find the coordinates of the other endpoint S.
R(3,0), M(0,5)
Coordinates of point S:
*Write as an ordered pair with NO spaces.  Use decimals if needed.  ex: (5,2.5)
9) In the diagram, M is the midpoint of the segment.Find AM.
A
AM=
x+7
M
2x
C
10) Find the length of the segment with endpoints
at (7,2) and (-3,8). Round the the nearest tenth.
segment length =
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